屈光不正方程式:预测近视

IF 2.2 Q2 OPHTHALMOLOGY
Francisco Gaya , Antonio Medina
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引用次数: 0

摘要

为什么近视会发展,为什么它会达到流行病的程度,以及它的原因是什么,这些问题困扰着许多人。这些问题都有一个简单的答案。本文将屈光不正与近视的发展和理论联系起来,总结我们对近视及其控制方程的了解。在人类和动物身上进行的关键实验,包括近视和镜片的影响,已经得到了明确无误的结果。观察到的透镜效应暗示了一种反馈机制。反馈理论用精确的数学方法解释了这些结果。屈光变形的破坏,是屈光不正尤其是近视背后的机制。emmetropization的反馈理论是通过观察许多患者的emmetropization反馈系统的输入和输出而得出的。我们证明它和这里独立于简单的内稳态原理推导出来的方程是一样的。经典观察和最近的临床研究表明,许多变量与近视有关。它们包括近距离工作、阿托品、镜头、模糊和户外与室内活动。我们认为人类的屈光发展是由体内平衡控制的,并在此基础上推导出任何患者的屈光计算公式和透镜的效果。我们提供软件来计算任何个人在任何时间的折射。本刊编辑做出如下声明:“该手稿旨在用于科学讨论而非临床应用。本研究不打算促进临床有矫正或不矫正近视。相反,临床医生应该遵循目前的临床近视管理指南。”
本文章由计算机程序翻译,如有差异,请以英文原文为准。

The equations of ametropia: Predicting myopia

The equations of ametropia: Predicting myopia

The equations of ametropia: Predicting myopia

The equations of ametropia: Predicting myopia

Why myopia develops, why it is reaching epidemic proportions and what is its cause are questions that puzzle many people. There is an answer to these questions and it is a simple one. This paper makes the connection between ametropic and in particular myopic development and theory to come with a summary of what we know about myopia and its governing equation.

Key experiments, involving myopia and the effect of lenses in humans and animals have been done with unmistakable results. The observed effect of lenses implies a feedback mechanism. Feedback theory explains those results with mathematical precision. Disruption of emmetropization, is the mechanism behind ametropia and particularly myopia.

Feedback theory for emmetropization was derived by observation of the input and output of the emmetropization feedback system in many patients. We show that it has the same equation as it is derived here independently from simple homeostasis principles.

Classical observations and recent clinical studies have shown the association of many variables with myopia. They include near work, atropine, lenses, blur and outdoors versus indoors activities. We propose that human refractive development is controlled by homeostasis and based on that alone we derive the equation for the calculation of refraction for any patient and the effect of lenses.

We provide software to calculate the refraction of any individual at any time.

The editor of this journal makes the following statement: “This manuscript is intended for scientific discussion rather than clinical application. The present work does not intend to promote clinical under correction or no correction of myopia. Instead, clinicians should follow current clinical myopia management guidelines."

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来源期刊
Journal of Optometry
Journal of Optometry OPHTHALMOLOGY-
CiteScore
5.20
自引率
0.00%
发文量
60
审稿时长
66 days
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